Fluid Mechanics

Fluid Mechanics

@VTU COE

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What you will learn

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Fluid Mechanics is an inter-disciplinary course covering the basic principles and its applications in Civil Engineering, Mechanical Engineering and Chemical Engineering.The students will have new problem solving approaches like control volume concept and streamline patterns which are now a days required to solve the real-life complex problems. The visualization of the fluid-flow problems will be demonstrated to enhance student's interest on the subject.

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Lec 4: Concepts of Hydrostatic
Preview 60:05
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Lec 5: Measurement of Pressure and Hydrostatic forces
Preview 47:47
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Lec 6: Buoyancy, Metacentre, Stability and Rigid body motion
Preview 63:32

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Lec 7: Reynolds Transport Theorem
Preview 68:55
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Lec 8: Conservation of Mass
Preview 62:56
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Lec 9: Conservation of Momentum
Preview 59:04

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Lec 10: Conservation of Momentum Applications
Preview 61:01
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Lec 11: Bernoulli's Equation
Preview 55:09
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Lec 12: Applications of Bernoulli's Equation
Preview 58:04

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Lec 13: Fluid Statics Applications: Example Problems
Preview 49:45
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Lec 14: Conservation of Momentum: Example problems
Preview 47:29
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Lec 15: Bernoulli's Equation : Problems Solving on Black Board
Preview 53:18

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Lec 16: Lagrangian and Eulerian Descriptions
Preview 59:47
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Lec 17: Motion and deformation of fluid elements
Preview 46:32
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Lec 18: Problems Solving on Black Board
Preview 57:52

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Lec 19: Dimensional Homogeneity
Preview 46:37
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Lec 20: Dimensional Analysis and Similarity
Preview 45:01

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Lec 21: Laminar and Turbulent Flows
Preview 56:32
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Lec 22: Losses in Pipe Fittings
Preview 57:38
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Lec 23: Flow in Noncircular Conduits and Multiple Path Pipeflow
Preview 55:27

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Lec 24: Mass Conservation Equation- I
Preview 30:44
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Lec 25: Mass Conservation Equation- II
Preview 54:25
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Lec 26:Stream Function
Preview 64:00
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Lec 27: Cauchy's Equation
Preview 55:05

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Lec 28: The Navier-Stokes Equation
Preview 62:04
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Lec 29: The Navier-Stokes Equation part 2
Preview 61:19
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Lec 30: The Navier-Stokes Equation III
Preview 56:22

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Lec 31: Approximate solutions of Navier Stokes Equation: Bounary Layer Approximation
Preview 69:58
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Lec 32: Boundary Layer Approximation II
Preview 60:19
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Lec 33: Boundary Layer Approximation III
Preview 50:34

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Lec 34: Open Channel Flow
Preview 56:29
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Lec 35: Open Channel Flow II
Preview 45:06
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Lec 36: Open Channel Flow III
Preview 56:34
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Lec 37: Drag and Lift
Preview 49:24
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Meet Your Instructor
@VTU COE
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Instructor
3.2 Rating
5446 Students
800 Courses
About Instructor

VTU is one of the largest Technological Universities in India with 24 years of Tradition of excellence in Engineering & Technical Education, Research and Innovations. It came into existence in the year 1998 to cater the needs of Indian industries for trained technical manpower with practical experience and sound theoretical knowledge.

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Free

  • Course Duration
    33 h 45 m 29 s
  • Course Level
    Intermediate
  • Student Enrolled
    0
  • Language
    English
This Course Includes
  • 33 h 45 m 29 s Video Lectures
  • 0 Quizzes
  • 0 Assignments
  • 0 Downloadable Resources
  • Full Lifetime Access
  • Certificate of Completion